In the graphs, the numbers in parentheses near the AD1, AD2, and AD3 labels indicate the level of investment spending associated
with each curve. All figures are in billions. The economy is at point Y on the investment demand curve. Given these conditions, what policy should the Fed pursue to achieve a noninflationary, full-employment level of real GDP?
A) increase aggregate demand from AD3 to AD2.
B) decrease the money supply from $225 to $150 billion.
C) increase interest rates from 4 to 8 percent.
D) make no change in monetary policy.
A) increase aggregate demand from AD3 to AD2.
B) decrease the money supply from $225 to $150 billion.
C) increase interest rates from 4 to 8 percent.
D) make no change in monetary policy.
1 answer:
Question: The question is incomplete. The graph was not attached to the question. Find attached of the graph.
Answer: The correct is option (D) Make no change in monetary policy.
Explanation:
At the investment level of Y the demand curve is Ad2 and the money supply is 150. Interest rate is 8. the market is already at full employment level with no inflation The answer is "D". make no change in the monetary policy.
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Answer:
(A) Mexican supplier cost = $445,800 or $89.16 average cost.
In-house cost = $714,000 or $142.8
(B) Mexican supplier total weighted score = 0.265 or 22.43%
In-house supplier weighted score= 0.238 or 23.8%
(C) Yes, explaination below
Explanation:
Mexican Supplier cost breakdown:
Quota price $83 X 5000 = $415, 000
Transport cost
1. to transport 5000 doors would require making a total of 20 trips from Mexico to USA (5000/250 doors)
2. at a cost of $825 per trip, total cost to transport doors is = $16,500.
Sending Engineers costs and Negotiation cost =
$5000 + $1000
(Transport+Sending Engineers cost) =
$22,500
Inventory carrying cost= 20% of cost of storing the goods. (total of all other cost) 20% x 22500 = $8300
Total cost = $445,800 or $89.16 average cost.
Total weighted score average:
Using the formula;
Weight= score x rating
Score = Weight/rating (making score subject of the formula)
Mexican Weighted
score1= 16%/3 = 0.0533, + 0.12 score2, + 0.035 + score3, + 0.056 + score4. = 0.265.
American weighted score
Using same formula;
0.04 score1, + 0.15 score2, + 0.014 score3, + 0.034 score 4 = 0.238.
The company should outsource the product. Why? because it will reduce total cost of doors, making them cheaper for if they do so, resulting in higher profit.
